You are running a booth at a local school carnival. The player rolls 4 fair, six-side die and adds them up. Based on their total roll, the player then gets that many spins of a wheel with the numbers 1 through 10 on it. Assume the wheel is fair and, on each spin, the chances of landing on any number are equally likely. The player's score is the sum of the results of all their spins of the wheel. Assume the dice and the wheel are independent. What is the expected player score? If necessary, please round your answer to 2 decimal places